Number of cyclic subgroups

K

Kurchi

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Sep 4, 2020
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Find out the number of cyclic subgroups of order 4 in
$S_5$
*
$Q_8$
.
 
Kurchi said:
Find out the number of cyclic subgroups of order 4 in
$S_5$
*
$Q_8$
.
Click to expand...
You must understand that there is no such a thing as standard notation.
Therefore if you are asking for help then you simply must define all terms.
What do \(\Large S_5*Q_8\) stand for?
 
pka said:
You must understand that there is no such a thing as standard notation.
Therefore if you are asking for help then you simply must define all terms.
What do \(\Large S_5*Q_8\) stand for?
Click to expand...
\(\Large S_5*Q_8\) means symmetric group of degree 5 * quarternion group, where * is external direct product
 
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